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Paradoxes

Edward E. Rochon
4.9/5 (34530 ratings)
Read Now Download Now ⏭ listen AudioBook
Description:Preface sets scope of work. 40 paradoxes in order in two chapters. Chapter 1 covers Zeno's paradoxes, after laying out 8 prefatory statements and 3 Math assertions: ONE: Paradox of Denseness. TWO: Paradox of Finite Size. THREE: Paradox of Complete Divisibility. FOUR: Paradox of Dichotomy of Motion and Change in Position. FIVE: Achilles and the Tortoise. SIX: Paradox of the Arrow. SEVEN: Paradox of the Stadium. EIGHT: Paradox of Place. NINE: Paradox of the Grain of Millet. Chapter 2 offers 31 other paradoxes. TEN: Paradox of Even/Odd Rational Numbers. Show how rational numbers can be both even and odd. ELEVEN: Paradox of Prime Numbers. Show that all prime factors must come out to an even count. TWELVE: Paradox of Classes. Show that A and B for one thing need not be identical as a class. THIRTEEN: Paradox of Conventions. Show that conventions are sometimes necessary. FOURTEEN: Paradox of Continuums. Continuums are a problem. FIFTEEN: Paradox of Curves. We show that curves are really polygonal progression. SIXTEEN: Paradox of Algebra and Number. We show infinite series are invalid. SEVENTEEN: Paradox of Dot Lines. We speculate all lines may be dotted lines. EIGHTEEN: Paradox of Determinism. We show that Determinism is impossible. NINETEEN: Paradox of Intent and Lies. We show that intention and reality can create paradoxes. TWENTY: Paradox of Universals. We demonstrate that ideas are real. TWENTYONE: Paradox of Ordinals. We explain why ordinals can be infinite while cardinal numbers cannot. TWENTYTWO: Paradox of Blink. We suppose all motion and time come from a blinking universe. TWENTYTHREE: Paradox of Monads. We discuss monads. TWENTYFOUR: Paradox of Linguistic Monads. We discuss why language should be composed of basic terms. TWENTYFIVE: Paradox of Space. We surmise two types of space: infinite space and finite space. TWENTYSIX: Paradox of Causation. We note that particular causation cannot be proven, while the general assertion is an axiom. TWENTYSEVEN: Paradox of Life and Death. Here we show that life is not a part of death. TWENTYEIGHT: Paradox of Chance. We maintain chance is not possible. TWENTYNINE: Paradox of False Attributes. We discuss false attributes and events lead to paradoxes. THIRTY: Paradox of Perception. We discuss confusion about perception. THIRTYONE: Paradox of Opposites. We break opposites into two: positional and antagonistic. THIRTYTWO: Paradox of Time. We discuss time and its nature. THIRTYTHREE: Paradox of Gravitation. We discuss the absurdities of Newton's gravitation at a distance. THIRTYFOUR: Paradox of Dipolar Force. We speak of magnetism in terms of mechanical forces. THIRTYFIVE: Paradox of Reciprocal Progressions. We show that since all fractional proportions of the root of 2 are incremental, all fractional parts are commensurable. THIRTYSIX: Paradox of Even Numbers. We show that even numbers are always half of any set of all whole numbers. THIRTYSEVEN: Paradox of Limits and Asymptotes. The infinitesimal of Leibniz is absurd. The idea that limits get around this is nonsense. THIRTYEIGHT: Paradox of One or Many. Zeno supposed that since parts are unlike the whole, the whole cannot be composed of parts. THIRTYNINE: Paradox of Ghosts. We surmise ghosts have telepathic powers that create eidetic imagery in perceivers. FORTY: Paradox of Gossip. What is the difference between gossip and news? BONUS PARADOX: FORTYONE: Paradox of Einstein's Proof. We note Einstein is full of it.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Paradoxes. To get started finding Paradoxes, you are right to find our website which has a comprehensive collection of manuals listed.
Our library is the biggest of these that have literally hundreds of thousands of different products represented.
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Paradoxes

Edward E. Rochon
4.4/5 (1290744 ratings)
Read Now Download now ⏭ listen AudioBook
Description: Preface sets scope of work. 40 paradoxes in order in two chapters. Chapter 1 covers Zeno's paradoxes, after laying out 8 prefatory statements and 3 Math assertions: ONE: Paradox of Denseness. TWO: Paradox of Finite Size. THREE: Paradox of Complete Divisibility. FOUR: Paradox of Dichotomy of Motion and Change in Position. FIVE: Achilles and the Tortoise. SIX: Paradox of the Arrow. SEVEN: Paradox of the Stadium. EIGHT: Paradox of Place. NINE: Paradox of the Grain of Millet. Chapter 2 offers 31 other paradoxes. TEN: Paradox of Even/Odd Rational Numbers. Show how rational numbers can be both even and odd. ELEVEN: Paradox of Prime Numbers. Show that all prime factors must come out to an even count. TWELVE: Paradox of Classes. Show that A and B for one thing need not be identical as a class. THIRTEEN: Paradox of Conventions. Show that conventions are sometimes necessary. FOURTEEN: Paradox of Continuums. Continuums are a problem. FIFTEEN: Paradox of Curves. We show that curves are really polygonal progression. SIXTEEN: Paradox of Algebra and Number. We show infinite series are invalid. SEVENTEEN: Paradox of Dot Lines. We speculate all lines may be dotted lines. EIGHTEEN: Paradox of Determinism. We show that Determinism is impossible. NINETEEN: Paradox of Intent and Lies. We show that intention and reality can create paradoxes. TWENTY: Paradox of Universals. We demonstrate that ideas are real. TWENTYONE: Paradox of Ordinals. We explain why ordinals can be infinite while cardinal numbers cannot. TWENTYTWO: Paradox of Blink. We suppose all motion and time come from a blinking universe. TWENTYTHREE: Paradox of Monads. We discuss monads. TWENTYFOUR: Paradox of Linguistic Monads. We discuss why language should be composed of basic terms. TWENTYFIVE: Paradox of Space. We surmise two types of space: infinite space and finite space. TWENTYSIX: Paradox of Causation. We note that particular causation cannot be proven, while the general assertion is an axiom. TWENTYSEVEN: Paradox of Life and Death. Here we show that life is not a part of death. TWENTYEIGHT: Paradox of Chance. We maintain chance is not possible. TWENTYNINE: Paradox of False Attributes. We discuss false attributes and events lead to paradoxes. THIRTY: Paradox of Perception. We discuss confusion about perception. THIRTYONE: Paradox of Opposites. We break opposites into two: positional and antagonistic. THIRTYTWO: Paradox of Time. We discuss time and its nature. THIRTYTHREE: Paradox of Gravitation. We discuss the absurdities of Newton's gravitation at a distance. THIRTYFOUR: Paradox of Dipolar Force. We speak of magnetism in terms of mechanical forces. THIRTYFIVE: Paradox of Reciprocal Progressions. We show that since all fractional proportions of the root of 2 are incremental, all fractional parts are commensurable. THIRTYSIX: Paradox of Even Numbers. We show that even numbers are always half of any set of all whole numbers. THIRTYSEVEN: Paradox of Limits and Asymptotes. The infinitesimal of Leibniz is absurd. The idea that limits get around this is nonsense. THIRTYEIGHT: Paradox of One or Many. Zeno supposed that since parts are unlike the whole, the whole cannot be composed of parts. THIRTYNINE: Paradox of Ghosts. We surmise ghosts have telepathic powers that create eidetic imagery in perceivers. FORTY: Paradox of Gossip. What is the difference between gossip and news? BONUS PARADOX: FORTYONE: Paradox of Einstein's Proof. We note Einstein is full of it.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Paradoxes. To get started finding Paradoxes, you are right to find our website which has a comprehensive collection of manuals listed.
Our library is the biggest of these that have literally hundreds of thousands of different products represented.
Pages
—
Format
PDF, EPUB & Kindle Edition
Publisher
—
Release
—
ISBN

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